Matrix Subtraction

When we can perform Subtraction of matrices?

To perform subtraction of matrices, the dimension of the matrices need to be same.

What are the properties of Matrix subtraction?

The properties of matrix subtraction are following:

  • Closure property
  • Commutative Property
  • Associative Property

What is Zero matrix?

Zero Matrix is a matrix in which all the elements are zero.

What do you mean by Identity Matrix?

Identity matrix is a matrix in which the elements on the main diagonal is 1 and else where is 0.

Do Subtraction of matrices follow the commutative property?

Yes, Addition of matrices follows the commutative property.



Practice Questions on Subtraction of Matrices

Subtraction of Matrices is one of the operations that are performed between two matrices. It is similar to addition of matrices. This article provides practice questions on subtraction of matrices along with solved examples and concepts related to it. This article serves as a one stop solution for practicing problems related to subtraction of matrices to ace the exam.

Similar Reads

Important Formulas for Subtraction of Matrices

Suppose, A and B are two matrices of the same dimension m x n, then the subtraction of two matrices is given by matrix C of the dimension m x n C = A – B, where cij = aij – bij for all i = 1, 2, 3, …,m and j = 1, 2, 3…,n. Commutative Property of Subtraction of matrices A – B ≠ B – A Associative Property of Subtraction of matrices (A – B) – C ≠ A – (B – C)...

Practice Questions with Solution

Q1. Given matrices A and B where...

Practice Questions on Subtraction of Matrices

Q1. Given matrices A = [Tex]\begin{bmatrix} 2 &5 \\ 7 &1 \end{bmatrix}[/Tex] and B = [Tex]\begin{bmatrix} 3 &6 \\ 4 &2 \end{bmatrix}[/Tex], find the matrix C = A – B....

FAQs on Matrix Subtraction

When we can perform Subtraction of matrices?...